2021
 There is always more than can be learnt fro the free boson, Rocky Mountain Representation Theory Seminar, University of Colorado Boulder.
 From vertex operator algebras to tensor products, Algebra and Mathematical Physics Seminar, Hamburg University.
2020

Vertex algebras with nice structure despite failing all conventional niceness criteria, Algebra Seminar, University of Aberdeen.
2019
 Logarithmic vs rational conformal field theory – Who really wants to be rational anyway?, School of Physics and Astronomy, Queen Mary University.
 I ain't afraid of no ghost, The Mathematical Foundations of Conformal Field Theory and Related Topics  A conference in honor of YiZhi Huang, Chern Institute, Nankai University.
2018
 βγ ghost algebras and the Verlinde formula, Algebra and Mathematical Physics Seminar, Hamburg University.
 Nonrational conformal field theory with sl3 symmetry, Mathematical Physics Seminar, Glasgow University.
 Presentations of Zhu algebras from free field realisations, Workshop on vertex algebras and infinitedimensional Lie algebras, University of Split.
 Logarithmic Conformal Field Theory and the Verlinde Formula, 11th Seminar on Conformal Field Theory, FriedrichAlexanderUniversität, ErlangenNürnberg.
 The standard module formalism and affine sl3 at level −3/2, Vertex Operator Algebras and Symmetries, RIMS Kyoto University.
 N = 2 minimal models at unitary and beyond, Vertex operator algebras, number theory, and related topics — A conference in honor of Geoffrey Mason, California State University, Sacramento.
 Admissible level osp(12) minimal models and their relaxed highest weight modules, Vertex algebras and related topics — A workshop in honor of Mirko Primc on his 70th birthday, University of Zagreb.
 Classifying simple positive energy modules over vertex operator superalgebras, Mathematics Seminar, University of Melbourne.
 YangBaxter equations and symmetric groups, Mathematics  String Theory seminar, IPMU University of Tokyo.
 Module classification through free fields and symmetric functions, Conformal field theory and categorical structures, beyond rationality, Utrecht University.
 Conformal field theory from affine Lie algebras at fractional levels, Quantum Field Theory Seminar, University of Oxford.
2017
 Vertex algebra module theory made easyish, Algebra Seminar, University of Glasgow.
 Representation theory in conformal field theories, Mathematics High Energy Physics Seminar, Durham University.
 Classifying positive energy modules in conformal field theory, Shanks Workshop: Subfactors and Applications, Vanderbilt University.
 Affine vertex operator superalgebras at admissible levels, Representation Theory XV, Dubrovnik.
 Fusion by hand: The NGK algorithm, Tensor Categories and Field Theory, University of Melbourne.
 YangBaxter equations and the symmetric groups, Mathematics Seminar, University of Melbourne.
 Module classification in conformal field theory through symmetric polynomials, Theoretical Physics Seminar, Kings College London.
 What to expect from logarithmic conformal field theory, QFT: Concepts, Constructions & Curved Spacetimes, University of York; Subfactors, Ktheory and conformal field theory, INI University of Cambridge.
2016
 Symmetric functions and their relation to free field vertex algebras, AMS Sectional Meeting, State University of New York at Stony Brook.
 The rationality of N=1 minimal models through symmetric polynomials, BIRS Workshop: Vertex Algebras and Quantum Groups, Banff.
 Universal vertex algebras and free field realisations, University of Alberta, Edmonton; Kavli IMPU, Tokyo; Rutgers University, New Brunswick; University of Notre Dame, Notre Dame.
2015
 Minimal models from free fields, ANZAMP Meeting 2015, University of Newcastle.
 Symmetric polynomials and modules over affine sl 2 at admissible levels, Conference on Lie Algebras, Vertex Operator Algebras, and Related Topics, University of Notre Dame; Symmetries and Spinors Interactions between Geometry and Physics, University of Adelaide.
2014
 From free field theory to symmetric polynomials, Australia New Zealand Mathematics Convention 2014, University of Melbourne; StringMath 2014, University of Alberta, Edmonton.
 Symmetric polynomials in free field theories, Rutgers University, New Brunswick; University of Montreal; Laval University, Quebec City; University of Queensland, Brisbane.
 A working Verlinde Formula for logarithmic CFT, Kavli IPMU, Tokyo; Technical University of Vienna.
 Rational logarithmic extensions of the minimal models and their simple modules, Modern Trends in TQFT, Erwin Schrödinger Institute, Vienna.
 Conformal Symmetry In Physics, University of Queensland, Brisbane; California State University, Chico.
2013
 On the extended Walgebra of type sl2 at positive rational level, The University of Tokyo; University of Alberta, Edmonton; University at Albany; Simons Centre for Geometry and Physics, Stony Brook.
 On the extended Walgebra of type sl2 at positive rational level, String theory, integrable systems and representation theory, RIMS Symposium, The University of Kyoto.
2012
 Mp+ ,p− the extended Walgebra of sl2 type at rational level, Conformal Field Theory and Moonshine Trimester, Hausdorff Research Institute for Mathematics, Bonn.
 Understanding logarithmic CFT, StringMath 2012, Hausdorff Center for Mathematics, Bonn.
 Logarithmic versus nonlogarithmic CFT, Australian National University, Canberra.
2011
 Vertex operator algebras for logarithmic CFT, Vertex Operator Algebras, Finite Groups and Related Topics, Academia Sinica, Taipei.